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Find the minimum value of the perimeter

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#optimization #area #maxima-minima #a.m.-g.m.-inequality #geometric-inequalities
1.3k
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Under condition $2x^2 + y^2= 4$ for real numbers $x, y$, find the maximum and minimum value of $4x + y^2$.

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#algebra-precalculus #optimization #quadratics #maxima-minima #discriminant
49
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Inequality of distances in a graph

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#combinatorics #graph-theory #optimization #linear-programming
1k
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Solve KKT system for Quadratic Constrained Quadratic Program

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#optimization #convex-optimization #karush-kuhn-tucker #qcqp
12.8k
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How to convert a minimization problem to maximization problem and vice versa

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#optimization #linear-programming #constraints
84
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How to find the solutions of a LP problem?

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#proof-verification #optimization #linear-programming #constraints
63
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linear program, why is there an outgoing arc such that $ d(s,v) = w(s,v)$

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#graph-theory #optimization #linear-programming
140
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simplex algorithm help for continuing in case of $\lambda \equiv 0$

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#optimization #algorithms #linear-programming
348
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Solving a linear program with simplex algorithm, matrix not full rank

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#optimization #linear-programming
140
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Is the solution to least $2$-norm unique?

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#optimization #convex-optimization #quadratic-programming
76
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Which vector in the plane is "most parallel" to a given vector?

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#linear-algebra #geometry #optimization
262
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Why can we rewrite the optimization problem (modify "max-min" to "min-max" )

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#optimization #convex-optimization
45
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Minimum and Maximum range of $\frac{\cot A+\cot B}{\sin^2C} + \frac{2\cot B+2\cot C}{\sin^2 A} - \frac{3\cot C+3\cot A}{\sin^2 B} $

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#geometry #trigonometry #optimization #triangles #substitution
34
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Optimisation problem involving the $\| \cdot \|_2$ norm

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#optimization #nonlinear-optimization
122
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Does anyone know the name of the book concerning math?

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#reference-request #optimization #control-theory

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